A linear approximation solution method for voltage and reactive power optimization of distribution network
A technology of voltage reactive power optimization and linear approximation, applied in reactive power compensation, reactive power adjustment/elimination/compensation, etc., can solve problems such as low reliability
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[0129] It includes the following steps:
[0130] 1. Obtain the network parameters, initialize the number of iterations k=0, and the error limit is error. And initialize the reactive power output of each distributed power supply and capacitor bank to zero.
[0131] 2. Update the node reactive power injection and perform a power flow analysis to obtain the node voltage phase angle difference square matrix θ k And the node voltage amplitude vector U k .
[0132] 3. Establish the distribution network voltage and reactive power optimization model 1, and set it at θ=θ k ,U b = U k Linearize model 1 to model 2:
[0133] Model 1:
[0134]
[0135] Where: P 1j Is the active power flow from node 1 to node j; j∈1 indicates that node j is directly connected to node 1; U i Is the voltage amplitude of node i; θ 1j Is the voltage phase angle difference between node 1 and node j; g 1j +jb 1j =1 / r 1j +jx 1j , R 1j , X1j are the branch resistance and branch reactance of the line (1,j) respectively; S is...
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